## What is the pole polar equations?

A polar equation is any equation that describes a relation between r r r and θ \theta θ, where r r r represents the distance from the pole (origin) to a point on a curve, and θ \theta θ represents the counterclockwise angle made by a point on a curve, the pole, and the positive x x x-axis.

### What is polar axis of Earth?

The polar axis is an imaginary line that extends through the north and south geographic poles. Earth rotates on its axis as it revolves around the Sun . The tilt of the polar axis is principally responsible for variations in solar illumination (insolation ) that result in the cyclic progressions of the seasons .

#### How do you plot a polar curve?

Graph the polar curves. r = 3 + 3 sin θ r=3+3\sin{\theta} r=3+3sinθ is like r = a ± a sin θ r=a\pm{a}\sin{\theta} r=a±asinθ, so it’s a cardioid through the origin. We’ll generate a table of values over the interval 0 ≤ θ ≤ 2 π 0\le\theta\le2\pi 0≤θ≤2π.

**What are the types of polar graph?**

Together we will learn how to graph the five basic Polar Graphs: Limacons Rose Curves Circles Lemniscates Spirals

**What is an example of a polar equation?**

By now you’ve seen, studied, and graphed many functions and equations – perhaps all of them in Cartesian coordinates. Sometimes it is more convenient to use polar equations: perhaps the nature of the graph is better described that way, or the equation is much simpler. Examples of polar equations are: r = 2sin().

## What is a polar graph?

A Polar Graph is one where a set of all points with a given radius and angle that satisfy a Polar Equation, and there are five basic Polar Graphs: And there are two ways to graph/sketch Polar Graphs, either by using Transformations or the Traditional Approach which involves a Table of Values.

### What is the polar coordinate equation?

Graphing in Polar Coordinates. A typical polar equation is in the form r = f (θ), where f is some function ( of θ). θ is the independent variable, and r is the dependent variable.